| Product Number | 5166-B-X0 |
| Purity | 97 % |
| CAS | 21101-63-3 |
| MDL Number | MFCD00129189 |
| Molecular Formula | C8H6BrF3S |
| Molecular Weight | 271.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 5166-B-X0
CAS: 21101-63-3
Molecule Weight: 271.1
Formula: C8H6BrF3S
![4-[(Trifluoromethyl)thio]benzoyl bromide](data:image/png;base64,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)
PN: 6666-B-02
CAS: 887267-83-6
Molecule Weight: 285.08
Formula: C8H4BrF3OS
![2-[(Trifluoromethyl)thio]benzyl bromide](data:image/png;base64,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)
PN: 5766-B-X0
CAS: 238403-52-6
Molecule Weight: 271.1
Formula: C8H6BrF3S
PN: 5166-7-X0
CAS: 74483-45-7
Molecule Weight: 226.64
Formula: C8H6ClF3S
PN: 6763-B-02
CAS: 118089-89-7
Molecule Weight: 303.09
Formula: C8H6BrF3O2S
PN: 7669-3-X1
CAS: 128273-56-3
Molecule Weight: 207.21
Formula: C8H8F3NS
PN: 6666-3-54
CAS: 4021-50-5
Molecule Weight: 206.18
Formula: C8H5F3OS
Melting Point: 48-50 ℃
Boiling Point: 115-118 ℃
TSCA: Not listed on TSCA inventory
